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      KCI등재 SCIE SCOPUS

      Impact of cable sag on the efficiency of an inertial mass damper in controlling stay cable vibrations

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      https://www.riss.kr/link?id=A106300604

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      다국어 초록 (Multilingual Abstract)

      Passive negative stiffness dampers (NSDs) that possess superior energy dissipation abilities, have been proved to be more efficient than commonly adopted passive viscous dampers in controlling stay cable vibrations. Recently, inertial mass dampers (IMDs) have attracted extensive attentions since their properties are similar to NSDs. It has been theoretically predicted that superior supplemental damping can be generated for a taut cable with an IMD. This paper aims to theoretically investigate the impact of the cable sag on the efficiency of an IMD in controlling stay cable vibrations, and experimentally validate superior vibration mitigation performance of the IMD. Both the numerical and asymptotic solutions were obtained for an inclined sag cable with an IMD installed close to the cable end. Based on the asymptotic solution, the cable attainable maximum modal damping ratio and the corresponding optimal damping coefficient of the IMD were derived for a given inertial mass. An electromagnetic IMD (EIMD) with adjustable inertial mass was developed to investigate the effects of inertial mass and cable sag on the vibration mitigation performance of two model cables with different sags through series of first modal free vibration tests. The results show that the sag generally reduces the attainable first modal damping ratio of the cable with a passive viscous damper, while tends to increase the cable maximum attainable modal damping ratio provided by the IMD. The cable sag also decreases the optimum damping coefficient of the IMD when the inertial mass is less than its optimal value. The theoretically predicted first modal damping ratio of the cable with an IMD, taking into account the sag generally, agrees well with that identified from experimental results, while it will be significantly overestimated with a taut-cable model, especially for the cable with large sag.
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      Passive negative stiffness dampers (NSDs) that possess superior energy dissipation abilities, have been proved to be more efficient than commonly adopted passive viscous dampers in controlling stay cable vibrations. Recently, inertial mass dampers (IM...

      Passive negative stiffness dampers (NSDs) that possess superior energy dissipation abilities, have been proved to be more efficient than commonly adopted passive viscous dampers in controlling stay cable vibrations. Recently, inertial mass dampers (IMDs) have attracted extensive attentions since their properties are similar to NSDs. It has been theoretically predicted that superior supplemental damping can be generated for a taut cable with an IMD. This paper aims to theoretically investigate the impact of the cable sag on the efficiency of an IMD in controlling stay cable vibrations, and experimentally validate superior vibration mitigation performance of the IMD. Both the numerical and asymptotic solutions were obtained for an inclined sag cable with an IMD installed close to the cable end. Based on the asymptotic solution, the cable attainable maximum modal damping ratio and the corresponding optimal damping coefficient of the IMD were derived for a given inertial mass. An electromagnetic IMD (EIMD) with adjustable inertial mass was developed to investigate the effects of inertial mass and cable sag on the vibration mitigation performance of two model cables with different sags through series of first modal free vibration tests. The results show that the sag generally reduces the attainable first modal damping ratio of the cable with a passive viscous damper, while tends to increase the cable maximum attainable modal damping ratio provided by the IMD. The cable sag also decreases the optimum damping coefficient of the IMD when the inertial mass is less than its optimal value. The theoretically predicted first modal damping ratio of the cable with an IMD, taking into account the sag generally, agrees well with that identified from experimental results, while it will be significantly overestimated with a taut-cable model, especially for the cable with large sag.

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      참고문헌 (Reference)

      1 Steen Krenk, "Vibrations of a shallow cable with a viscous damper" The Royal Society 458 (458): 339-357, 2002

      2 S. Krenk, "Vibrations of a Taut Cable With an External Damper" ASME International 67 (67): 772-776, 2000

      3 I.F. Lazar, "Vibration suppression of cables using tuned inerter dampers" Elsevier BV 122 : 62-71, 2016

      4 Y. L. Xu, "Vibration of Inclined Sag Cables with Oil Dampers in Cable-Stayed Bridges" American Society of Civil Engineers (ASCE) 3 (3): 194-203, 1998

      5 Hongwei Huang, "Vibration mitigation of stay cable using optimally tuned MR damper" 국제구조공학회 9 (9): 35-53, 2012

      6 Duan, Y. F., "Vibration control of stay cables using semi-active magneto-rheological (MR) dampers" The Hong Kong Polytechnic University 2004

      7 Hui Li, "Vibration Control of Stay Cables of the Shandong Binzhou Yellow River Highway Bridge Using Magnetorheological Fluid Dampers" American Society of Civil Engineers (ASCE) 12 (12): 401-409, 2007

      8 Irvine, H.M., "The linear theory of free vibrations of a suspended cable" The Royal Society 341 (341): 299-315, 1997

      9 Erik A. Johnson, "Semiactive Damping of Cables with Sag" Wiley 18 (18): 132-146, 2003

      10 Weber, F., "Semi-active damping with negative stiffness for multi-mode cable vibration mitigation : approximate collocated control solution" 24 (24): 2015

      1 Steen Krenk, "Vibrations of a shallow cable with a viscous damper" The Royal Society 458 (458): 339-357, 2002

      2 S. Krenk, "Vibrations of a Taut Cable With an External Damper" ASME International 67 (67): 772-776, 2000

      3 I.F. Lazar, "Vibration suppression of cables using tuned inerter dampers" Elsevier BV 122 : 62-71, 2016

      4 Y. L. Xu, "Vibration of Inclined Sag Cables with Oil Dampers in Cable-Stayed Bridges" American Society of Civil Engineers (ASCE) 3 (3): 194-203, 1998

      5 Hongwei Huang, "Vibration mitigation of stay cable using optimally tuned MR damper" 국제구조공학회 9 (9): 35-53, 2012

      6 Duan, Y. F., "Vibration control of stay cables using semi-active magneto-rheological (MR) dampers" The Hong Kong Polytechnic University 2004

      7 Hui Li, "Vibration Control of Stay Cables of the Shandong Binzhou Yellow River Highway Bridge Using Magnetorheological Fluid Dampers" American Society of Civil Engineers (ASCE) 12 (12): 401-409, 2007

      8 Irvine, H.M., "The linear theory of free vibrations of a suspended cable" The Royal Society 341 (341): 299-315, 1997

      9 Erik A. Johnson, "Semiactive Damping of Cables with Sag" Wiley 18 (18): 132-146, 2003

      10 Weber, F., "Semi-active damping with negative stiffness for multi-mode cable vibration mitigation : approximate collocated control solution" 24 (24): 2015

      11 Yutaka Nakamura, "Seismic response control using electromagnetic inertial mass dampers" Wiley 43 (43): 507-527, 2014

      12 Kohju Ikago, "Seismic control of single-degree-of-freedom structure using tuned viscous mass damper" Wiley 41 (41): 453-474, 2012

      13 Zhou, H. J., "Parameter optimization of damper with stiffness for stay cable" 29 (29): 180-185, 2008

      14 X.Y. Wang, "Optimal design of viscous dampers for multi-mode vibration control of bridge cables" Elsevier BV 27 (27): 792-800, 2005

      15 Hui Li, "Negative stiffness characteristics of active and semi-active control systems for stay cables" Wiley 15 (15): 120-142, 2008

      16 Peng Zhou, "Modeling and control performance of a negative stiffness damper for suppressing stay cable vibrations" Wiley 23 (23): 764-782, 2016

      17 Hongping Zhu, "Mechanical and energy-harvesting model for electromagnetic inertial mass dampers" Elsevier BV 120 : 203-220, 2019

      18 Hyung-Jo Jung, "MR fluid damper-based smart damping systems for long steel stay cable under wind load" Techno-Press 4 (4): 697-710, 2008

      19 Z.Q. Chen, "MR damping system for mitigating wind-rain induced vibration on Dongting Lake Cable-Stayed Bridge" 한국풍공학회 7 (7): 293-304, 2004

      20 Zhi-Hao Wang, "Inertial mass damper for vibration control of cable with sag" SAGE Publications 1-12, 2018

      21 Lei Lu, "Inertial mass damper for mitigating cable vibration" Wiley 24 (24): 1-12, 2017

      22 Jennifer Anne Fournier, "Impact of Damper Stiffness and Damper Support Stiffness on the Efficiency of a Linear Viscous Damper in Controlling Stay Cable Vibrations" American Society of Civil Engineers (ASCE) 19 (19): 2014

      23 Zhou, H. J., "Full-scale test of dampers for stay cable vibration mitigation and improvement measures" 5 (5): 489-506, 2018

      24 Haijun Zhou, "Free vibrations of a two-cable network with near-support dampers and a cross-link" Wiley 22 (22): 1173-1192, 2015

      25 Haijun Zhou, "Free vibration of taut cable with a damper and a spring" Wiley 21 (21): 996-1014, 2014

      26 Haijun Zhou, "Free vibration of a taut cable with a damper and a concentrated mass" Wiley 25 (25): e2251-, 2018

      27 Viet Hung Cu, "Free Vibration and Damping of a Taut Cable with an Attached Viscous Mass Damper" 대한토목학회 22 (22): 1792-1802, 2018

      28 Xuhui He, "Experimental verification of the effectiveness of elastic cross-ties in suppressing wake-induced vibrations of staggered stay cables" Elsevier BV 167 : 151-165, 2018

      29 Shen, W. A., "Experimental study on using electromagnetic devices on bridge stay cables for simultaneous energy harvesting and vibration damping" 25 (25): 2016

      30 Kim, I. H., "Experimental evaluation of a self-powered smart damping system in reducing vibration of a full-scale stay cable" 19 : 1-10, 2010

      31 Richard E. Christenson, "Experimental Verification of Smart Cable Damping" American Society of Civil Engineers (ASCE) 132 (132): 268-278, 2006

      32 Xiang Shi, "Experimental Study on Passive Negative Stiffness Damper for Cable Vibration Mitigation" American Society of Civil Engineers (ASCE) 143 (143): 2017

      33 Pacheco, B. M., "Estimation curve for modal damping in stay cables with viscous damper" 119 (119): 1961-1979, 1993

      34 Xiang Shi, "Dynamic characteristics of stay cables with inerter dampers" Elsevier BV 423 : 287-305, 2018

      35 Shi, X., "Dynamic behaviour of stay cables with passive negative stiffness dampers" 25 (25): 2016

      36 Yozo Fujino, "Design Formulas for Damping of a Stay Cable with a Damper" American Society of Civil Engineers (ASCE) 134 (134): 269-278, 2008

      37 Haijun Zhou, "Damping of Full-Scale Stay Cable with Viscous Damper: Experiment and Analysis" SAGE Publications 17 (17): 265-274, 2016

      38 Y.L. Xu, "Damping cable vibration for a cable-stayed bridge using adjustable fluid dampers" Elsevier BV 306 (306): 349-360, 2007

      39 Haijun Zhou, "Damping and frequency of a model cable attached with a pre-tensioned shape memory alloy wire: Experiment and analysis" Wiley 25 (25): e2106-, 2018

      40 Javaid Ahmad, "Combined effect of external damper and cross-tie on the modal response of hybrid two-cable networks" Elsevier BV 417 : 132-148, 2018

      41 Limin Sun, "Cables interconnected with tuned inerter damper for vibration mitigation" Elsevier BV 151 : 57-67, 2017

      42 Lin Chen, "Cable with discrete negative stiffness device and viscous damper: passive realization and general characteristics" 국제구조공학회 15 (15): 627-643, 2015

      43 Jiannan Luo, "Cable Vibration Suppression with Inerter-Based Absorbers" American Society of Civil Engineers (ASCE) 145 (145): 2019

      44 C. S. Cai, "Cable Vibration Control with a TMD-MR Damper System: Experimental Exploration" American Society of Civil Engineers (ASCE) 133 (133): 629-637, 2007

      45 Y. F. Duan, "Cable Vibration Control using Magnetorheological Dampers" SAGE Publications 17 (17): 321-325, 2016

      46 Felix Weber, "Amplitude and frequency independent cable damping of Sutong Bridge and Russky Bridge by magnetorheological dampers" Wiley 22 (22): 237-254, 2015

      47 Yichen Liu, "A High-Power Continuous-Wave Mid-Infrared Optical Parametric Oscillator Module" MDPI AG 8 (8): 1-17, 2018

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      2011-11-01 학술지명변경 한글명 : 스마트 구조와 시스템 국제 학술지 -> Smart Structures and Systems, An International Journal KCI등재후보
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      2016 1.17 0.44 1.04
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